Article1987

Optimal Project Scheduling with Materials Ordering

Dwight E. Smith‐Daniels · Vicki L. Smith-Daniels

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Resource-Constrained Project Scheduling Scheduling and Optimization Algorithms Optimization and Mathematical Programming

Abstract

A mixed integer 0–1 programming formulation of a Project Scheduling-Materials Ordering Problem (PSMOP) is presented that provides an optimal schedule of project activities and materials orders. It is proven that an optimal solution may be found by decomposing the problem into the derivation of the project schedule and the subsequent derivation of materials lot sizes.

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1958Dynamic Version of the Economic Lot Size Model 2004Dynamic Version of the Economic Lot Size Model 1983Production and inventory management 1984Manufacturing Planning and Control Systems 1969Multiproject Scheduling with Limited Resources: A Zero-One Programming Approach 1975A Comparison of Heuristic and Optimum Solutions in Resource-Constrained Project Scheduling 1984A Comparison of Exact Approaches for Solving the Multiple Constrained Resource, Project Scheduling Problem 1976MATERIAL REQUIREMENTS PLANNING UNDER UNCERTAINTY

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2018Integrated planning of project scheduling and material procurement considering the environmental impacts 2017A hybrid project scheduling and material ordering problem: Modeling and solution algorithms 2021A new approach for material ordering and multi-mode resource constraint project scheduling problem in a multi-site context under interval-valued fuzzy uncertainty 2021Project scheduling and material ordering problem with storage space constraints 2019Robust project scheduling integrated with materials ordering under activity duration uncertainty

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